Answer:
C. categorizes expenses according to the cost function
Explanation:
According to the contribution margin income statement, a company shows its sales revenue, fixed and variable expenses. In that case, the company does not show the cost of goods sold. The company directly deducts its variable expenses from sales revenue to determine the contribution margin. Therefore, option A is wrong. Each financial statement of performance (Whether for manufacturing or non-manufacturing), has to be shown. Therefore, the contribution margin format shows the net operating income. It is also false.
As in contribution margin format, fixed and variable expenses are deducted from sales. Therefore, option C is correct.
Answer:
1. $565,000 and $166,600
Explanation:
In case of recording sale instead of lease the interest should be computed on Cash selling price instead of cost of the equipment
.
Interest income = ($4,965,000 - $800,000)*8%*6/12
= $166,600
As $800,000 is due in July 1
Profit = $4,965,000 - $4,400,000
= $565,000
Therefore, The amount of profit on the sale and the interest income that Koenig would record for the year ended December 31, 2018 is $166,600 and $565,000.
Answer:
Explanation:
Estimate quantities and resources correctly to.
It is a modification is started by the acquirer to redress a preparing mistake. The mistake could be a duplication of an exchange or the consequence of a cardholder question. The acquirer charges or credits the dealer DDA represent the dollar measure of the modification.
Answer:
Cost of equity = 10.6%
Explanation:
<em>According to the dividend valuation, the value of a stock is the present value of expected future dividends discounted at the required rate of return.</em>
<em>The model can me modified to determined the cost of equity having flotation cost as follows:</em>
Cost of equity = D(1+r )/P(1-f) + g
d- dividend, p- price of stock , f - flotation cost , - g- growth rate in dividend
D-1.00, p - 20, f- 10%, g- 5%
Applying this to the question;
cost of equity - 1.00/(20×(1-0.1) )+ 0.05
= 10.6%
Cost of equity = 10.6%
